Cantorjoukko
Cantorjoukko, also known as the Cantor set, is a fascinating mathematical object in set theory and fractal geometry. It is a set of points on the real number line that exhibits self-similarity and has several counterintuitive properties.
The construction of the Cantor set begins with the closed interval [0, 1]. In the first step,
Despite being constructed by repeatedly removing parts of the original interval, the Cantor set is not empty.
The Cantor set is also totally disconnected, meaning that no two distinct points in the set can